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(A): A capacitor with imperfect dielectric can be represented by a capacitance in parallel withresistance.

Reason (R): For imperfect dielectrics, dielectric constant has real and imaginary parts

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Assertion

(A): A capacitor with imperfect dielectric can be

(A): A capacitor with imperfect dielectric can be

Assertion

(A): In a parallel plate capacitor having area of

(A): In a parallel plate capacitor having area of

Assertion

(A): ∈r can be determined experimentally by meas

(A): ∈r can be determined experimentally by meas

A parallel plate capacitor with air as dielectric has a capa

Consider the following rules in Fortran A signed or unsigned

Assertion

(A): The optical dielectric constant (

i.e., εr at

(A): The optical dielectric constant (

i.e., εr at

The real part of complex dielectric constant and tanδ for a

A capacitor can be represented by a capacitance and resistan

Assertion

(A): In a perfect capacitor, the current density i

(A): In a perfect capacitor, the current density i

Consider the following in C An arithmetic operation between